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Я уже показывала, как её правильно рисовать и как округлять появляющиеся пересечения. Но есть ещё важная информация, благодаря...","preview":{"posterSrc":"data:image/png;base64,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Ставьте лайк! Подписывайтесь на канал! В нашем подкасте «Чистый лист» мы разговариваем с психологом Оксаной Яблонской о том, что...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"7","reqid":"1766300937890011-1500308754048321426-balancer-l7leveler-kubr-yp-klg-170-BAL","isAdultDoc":false,"relatedParams":{"text":"Психология 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онлайн Видео от Психология для Творческих с Оксаной.. 5 мин 31 с. Видео от 18 декабря 2023 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте! 43 — просмотрели.","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAGwABAAIDAQEAAAAAAAAAAAAAAAcIAwQGBQL/xAA7EAABAwMCAwYDBQUJAAAAAAABAgMEAAUREiEGMUEHCBMiUWEUMnE3c4GRsyMzQqGxJENSYoKDk8HR/8QAGgEAAgMBAQAAAAAAAAAAAAAAAAMCBAUGAf/EAC4RAAICAQEFBwIHAAAAAAAAAAABAhEDIQQSMXHwBSIyM0FRwaGxFGGBkcLR4f/aAAwDAQACEQMRAD8AplSlKAFWw7uv2TW376R+oaqfVsO7r9ktt++kfqGs/tLyVzNbsbz3y+USFWZLCCM/FMjbrn/yvmOw7Id8JlBWvGcA1mVbpyMaoroJGQMbkeuOeNxvWGk/Y6SUldXRrLTpUQFpUB1TyNfJTqSUk7EYNbUqFLipzJjuMjOPOMHr0/A1rnkajqnqCkmtGeTauGuHeHmtNqtkdl3Gy1jUonpknfnVUOPOGrpa58ORcXW35t2bVLWhoZKVLdWMbcycahjooVauW5InvohRFDxX1hpsKOMKUdIOfbOaiTiFl6/d5GNHYg6YFtl+AwlI5R4o0JUo+5Qnf1NdJi7qbRxM3fE7XscsDlt4EtbEqMpiR4ZccbWMKBUonf3xisfeGaCOyK57bh6PzG/70VIjKUNMqWvOEDUrNQ329ccWS6cBTrLb1PuuuOtK1qb0pTpcBPPc15HxWzxvQrhSlKtkBSlKAFKUoAVbDu6/ZNbfvpH6hqp9Ww7un2TW37+R+oaz+0vJ/U1uxvPfL+iRG1rbVqQpSTyyDWwJ84KKhLf1HrrOd+e9ZI6I7ROp2G6TjBXr2/lWRZjJyQi3qHLYuVh0/c6CU4t+GzTcffcbDbjzi0A5CVKyM1hXshR9q9BSI6s4cgoBGNQ17b8xmtB8BCCQtKxpzlOdvaotP1JQkmtFRzMFhchYWpWQflWnmPeuS4ai3axWVU23Wx698SXMZeeCcojIBJSkqOB1yRnmTnkK7XhVlpUZCrfLcX1UzJHmGdzkc+vPlW8YbcOYp2HPchvuq1LYfXraWfoeu3Q5ro4qlRxNkdOcIdo/EZzfLy1Fjk7teLqI/wBCMJ/M14Pa3wDa+HezWfOTIkSpqHGU63TpAy4AcJH/AHmpsauZEcKuUb4FzOkKKwUq+h5/nUd94p7X2YXAAhSfFYwf9wV7GNSQXoVXpSlWiIpSlAClKUAKuF3ZraiR2OWt5TykEyJAwEg/3pqntXG7uM0QewWBJ0oWtD0nw21L0+IsunCAfUnYUjPjjkjUkWNmyzxTuD1JGNoQga25hSpJBypIAA6nP0rVS++psyIcyRKZU4ltKmkZUrmCcem22PQnljPkW61L4lkTLte7oXLbFVoTFjOFttISdRU8CMBIyhRJySCQK7FpTduZNzuy2YigViM18gbazt5eq9IQCdyAnng1VWyYo+n1Zp/i8qT33b5Lrr3PCvaX2bpCtq31SZC2VOu5+VkAgDBxvk59Nk5rI9aJPgksKQpzoFnSD+ODj8q5hXEQfmSb8pbkUTntEEPx1ALbbGEDOOajnCQTuok4G1bUF1LF++Lv3EbFlvjhQhliQHNDiSnIaSgAgoGd87lXmG9Kjg2eVv24kHtuaMFLfSXDh/hvG1xERwbmh16Y3htK0ICEqVq5eIDgEbZGQc9MV8SbcmQ4/AVMjzFl8fDhhJSNJGU6xjIc9hyG5NZ+GrO5Hskq0OzdF1Dj8yQ5slMl1ef2iVEfIhKRlR+UKOobivR4JRwxbrRMl2iUy5h0tS5S1kJ1pAz51Y1DGPNyVjO1aMlV7uqKm5jSTkvr19zWVwhHCI0a43FGlw4PiguaVf5VEjYJCj67VC/eKtwtnCEqG08otORGZQCP3Z/tOjGPpg5z/Lep0n8U2Rpt1xcv4nwRrWI6C4E4yc6h5R8p5npUJ94C5PXXs0nSUcPoZYY8GOmc5lClNl/UEoSFEHzZySP4huepjau5IW8a3G0tUVfpSlNKwpSlAClKUAKt53arG+72MxLs04t5wOyUIYSTjGsg7Hko9CCBsM53qodWi7uUi+8PdnUK+QWHJcB151L0cv6UKPiFOdP+Lypwd/mwMHcQnwH7N49CSluo4VgW2DaWENx5TxT4j6fI44rzFakDYqygjGQAeYIIz4HHk5iJbV2xh56W44oia848VvHVuUJJ+UZWCcY06kgc8D37zcI17DzPDrTCIEtBXPfeZKQ27t52SCMuDnqORkYz0rHwxY4TgRPUyVxs+JFC8qcdJzl5ZPPIPlB5A8s4pV6WWpvWja4T4q4fat7lqlW65QxcEJU9HefOYa0gHSg4wMqBUSNz/KulSwh68NuPaXnmWcpWoZUCds5PsK0oLjEUpdU0pyN/AsoCi39DvkVvCTGiXETJDo+GfZ8ixuFKB2A9Sc4HvSlLuKPXEXKW9FRXp1Zyl3usu8s3x1lptiyW9h6Ml55klciVjBUncEIb5q6FOc9Mc/wHbYblihNNWwzpgTodLhJaZIKs6irYZ32SDuce9SNPmuNRpcufCW/JdZebbt7Q1rfZGSED0yCFqHzEKI5VH3ZrLVb5UlpbC4zSpRjuRVbKYUVHStQIBHLRy54232szdx0VLrqyagoqnxOvgcPoV4b10cTMeSNmwnSwg7fKg/Tmcnc1xnehZS32K3U4APjxcf8AKKk4HPIVGfekU2OxW6IUtOtT8cpHrh1Of60qOskIlbTKX0pSrJWFKUoAUpSgBVqOwWzRLl2MRES3JSkOKkp0CQsJT51DITnAO/pSlRnwJ4+J1PZ0FTbXb7ZIWpUdDjxUOriWlhKEK9U4O/U4G9d5a31vSJJXglKlJG3IJWQP6UpVXLo1Xv8ADLE/Q0+DEBN1u0XJLCZatCDyT8uw9tzXn8dOuWu9QhCWWkJfCw2D5QvTnWPRXTIxsfxpSo5IpQdL0f2Y9JKa5L4OqdYYYtUKQlpBLizHUk7AjUfNkYIVuRscb8qjPtEd8KHdJ0VAjOy7a1Ke8JSsKWW1HGCTtkZxSlNxttW/yH5F3q5ki8CuO3GC0t9wBzU2kLS2nKRhvOMg4zk/ntioz7xynpPYpxO+/JeUGZ8RttrVhtI1N8gPfJ+pNKUxLX9v4icirG668RTelKU0zBSlKAP/2Q==","isBase64Poster":true},"target":"_blank","position":"8","reqid":"1766300937890011-1500308754048321426-balancer-l7leveler-kubr-yp-klg-170-BAL","isAdultDoc":false,"relatedParams":{"text":"Видео 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Набор в сценарную онлайн-мастерскую: Базовый курс - https://vk.com/snscenarist?w=product-... Углубленный 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правильно формулировать ТЕМУ в Нейрографике? Ответ в новом видео⬆️ Пишите, какая тема волнует вас больше всего, а мы подскажем, что порисовать.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"10","reqid":"1766300937890011-1500308754048321426-balancer-l7leveler-kubr-yp-klg-170-BAL","isAdultDoc":false,"relatedParams":{"text":"Как 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Хорошее качество видео без регистрации в бесплатном видеокаталоге 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объединять цвета?🖍 Многие спрашивали, как округлять нейрографические линии разных цветов. Источник силы: https://neurographics-avdeeva.com/sha... ⭐Курс Сакральная графика...","preview":{"posterSrc":"data:image/png;base64,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